{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Keysight Oscilloscope Examples" ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "from IPython.display import Image\n", "\n", "from inspy.instrument.oscilloscope import OscilloscopeKeysightDSOX1202G\n", "\n", "ADDRESS = \"USB0::10893::919::CN61444220::INSTR\"" ] }, { "cell_type": "code", "execution_count": 65, "metadata": {}, "outputs": [], "source": [ "scope: OscilloscopeKeysightDSOX1202G = OscilloscopeKeysightDSOX1202G(ADDRESS)\n", "scope.connect()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Simple capture\n", "Channel 1 is connected to an Arbitrary Waveform Generator outputting a 1 kHz sine wave\n", "with 0.2 V (peak-to-peak) amplitude." ] }, { "cell_type": "code", "execution_count": 67, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "" ] }, "execution_count": 67, "metadata": {}, "output_type": "execute_result" } ], "source": [ "scope.reset()\n", "scope.set_timebase(timebase_range=10e-3)\n", "scope.set_channel(channel=1, voltage_range=0.8, attenuation=1.0)\n", "scope.set_trigger(channel=1, level=0.0, slope=\"POS\", sweep=\"NORM\")\n", "scope.digitize()\n", "Image(scope.get_screenshot())" ] }, { "cell_type": "code", "execution_count": 68, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Amplitude: 0.21 V\n", "Frequency: 999.80 Hz\n" ] } ], "source": [ "print(f\"Amplitude: {scope.get_measurement_amplitude(channel=1):6.2f} V\")\n", "print(f\"Frequency: {scope.get_measurement_frequency(channel=1):6.2f} Hz\")" ] }, { "cell_type": "code", "execution_count": 69, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "times, voltages = scope.get_waveform(channel=1)\n", "plt.plot(times, voltages)\n", "plt.xlabel(\"Time [s]\")\n", "plt.ylabel(\"Voltage [V]\");" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Internal waveform generator capture\n", "Channel 2 is connected to the output of the scope's built in waveform\n", "generator." ] }, { "cell_type": "code", "execution_count": 59, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Amplitude: 0.41 V\n", "Frequency: 500.08 Hz\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "scope.reset()\n", "scope.set_wavegen(\n", " function=\"RAMP\",\n", " frequency=500,\n", " voltage_high=0.2,\n", " voltage_low=-0.2,\n", " output_impedance=\"ONEM\",\n", " ramp_symmetry=0.2,\n", ")\n", "scope.set_wavegen_output_enable(True)\n", "\n", "scope.set_timebase(timebase_range=10e-3)\n", "scope.set_channel(channel=2, voltage_range=0.5, attenuation=1.0)\n", "scope.set_trigger(\n", " channel=2,\n", " level=0.0,\n", " slope=\"POS\",\n", " sweep=\"NORM\",\n", ")\n", "\n", "scope.digitize()\n", "\n", "print(f\"Amplitude: {scope.get_measurement_amplitude(channel=2):6.2f} V\")\n", "print(f\"Frequency: {scope.get_measurement_frequency(channel=2):6.2f} Hz\")\n", "\n", "times, voltages = scope.get_waveform(channel=2)\n", "plt.plot(times, voltages)\n", "plt.xlabel(\"Time [s]\")\n", "plt.ylabel(\"Voltage [V]\");" ] }, { "cell_type": "code", "execution_count": 60, "metadata": {}, "outputs": [], "source": [ "scope.disconnect()" ] } ], "metadata": { "kernelspec": { "display_name": "cc-inspy (3.10.0.final.0)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.0" } }, "nbformat": 4, "nbformat_minor": 2 }